Farkas Domahidyab,
Levente Cseri
a,
Gábor Turczel
c,
Blanka Huszára,
Balázs J. Rózsa*ade,
Zoltán Mucsi
*af and
Ervin Kovács
*ag
aBrainVisionCenter, Liliom utca 43-45, H-1094 Budapest, Hungary. E-mail: kovacs.ervin@ttk.hu
bHevesy György PhD School of Chemistry, Eötvös Loránd University, Pázmány Péter sétány 1/A, H-1117 Budapest, Hungary
cNMR Research Laboratory, HUN-REN Research Centre for Natural Sciences, Magyar tudósok körútja 2, H-1117 Budapest, Hungary
dLaboratory of 3D Functional Network and Dendritic Imaging, HUN-REN Institute of Experimental Medicine, Szigony utca 43, H-1083 Budapest, Hungary
eTwo-Photon Measurement Technology Research Group, Pázmány Péter Catholic University, Práter utca 50/a, H-1083 Budapest, Hungary
fFaculty of Material and Chemical Sciences, University of Miskolc, H-3515 Miskolc, Hungary
gInstitute of Materials and Environmental Chemistry, HUN-REN Research Centre for Natural Sciences, Magyar tudósok körútja 2, H-1117 Budapest, Hungary
First published on 22nd August 2025
Novel pyrylium-based fluorescent DNA-binding dyes were developed, containing p-aminoaryl groups at the α positions of the pyrylium moiety. The amines are substituted with aminoalkyl groups to enhance the dye's water solubility and DNA binding affinity. With this structural modification triarylpyryliums exhibit up to 7.6 times higher fluorescence enhancement upon binding to DNA, rendering them promising candidates for fluorogenic DNA sensors. The photochemical characteristics of the dyes, including the radiationless deexcitation pathways necessary for the DNA-induced fluorogenicity were studied using both spectroscopical experiments and theoretical calculations. Particular attention was given to the possibility of twisted intramolecular charge transfer (TICT) states as a quenching pathway in the unbound state. These findings support the rational design of structurally dynamic, environment-sensitive fluorophores for nucleic acid detection and molecular diagnostics.
The DNA binding and environment-sensitive fluorescent properties of pyrylium dyes were also harnessed in several applications, such as the detection of double-stranded DNA (dsDNA) in gel electrophoresis using 2,4-bis(4-dimethylaminophenyl)-6-methylpyrylium13,14 An NMR study proposed that this compound binds to DNA intercalatively.15 Pyrylium dyes were also used in Fluorescence In Situ Hybridization (FISH) for the detection of specific DNA sequences by covalently linking the fluorophore to a single-stranded DNA containing the complementary sequence. Upon hybridization the pendant fluorophore can non-covalently bind to the resulting double helix, resulting in increased fluorescence.16
Our objective was to design and synthesize pyrylium-based compounds that are well-suited for the detection of minute quantities of DNA and exhibit favourable aqueous solubility. The latter required the incorporation of polar auxiliary groups; considering the structural resemblance of triarylpyryliums to other donor–acceptor–donor type DNA-binding dyes, such as Miami Yellow and Green,17 N′-methylpiperazine-N-yl groups were chosen as a starting point in the substituent optimisation.
Compounds | εTE | λabs | λTEem/λDNAem | Φ0f [%] | ΦDNAf [%] | AFE | RFE | θB | θC | θD |
---|---|---|---|---|---|---|---|---|---|---|
2,4,6-DMA | 82![]() |
534 | 733/699 | 0.061 | 0.29 | 31.5 | 0.62 | 13.3 | 20.5 | 13.3 |
2,6-NMP-4-DMA | 64![]() |
530 | 702/629 | 0.074 | 3.56 | 162 | 3.42 | 18.2 | 17.2 | 15.8 |
2,6-DMA-4-NMP | 27![]() |
496 | 725/707 | 0.117 | 0.79 | 63.4 | 1.97 | n.c. | n.c. | n.c. |
2,4,6-NMP | 28![]() |
514 | 684/670 | 0.131 | 1.37 | 103 | 2.74 | 14.1 | 22.8 | 15.1 |
2,6-NMP-4-Morph | 37![]() |
518 | 683/665 | 0.094 | 1.08 | 93.6 | 2.64 | 16.2 | 18.6 | 15.0 |
2,6-Ind-4-DMA | 69![]() |
524 | 714/702 | 0.061 | 0.78 | 125 | 2.94 | 13.3 | 19.8 | 17.1 |
2,6-NdMP-4-DMA | 72![]() |
535 | 640/628 | 0.035 | 2.19 | 169 | 6.66 | 15.9 | 17.5 | 19.0 |
2,6-NMP-4-OMe | 24![]() |
540 | 680/670 | 0.103 | 1.11 | 52.8 | 2.07 | 13.8 | 25.1 | 15.1 |
2,6-NMP-4-OEt | 19![]() |
540 | 684/667 | 0.100 | 1.03 | 55.5 | 2.91 | n.c. | n.c. | n.c. |
2,6-NMP-4-OH | 44![]() |
510 | 674/669 | 0.096 | 0.45 | 25.1 | 0.59 | n.c. | n.c. | n.c. |
2,6-NMP-4-2MeOPh | 24![]() |
550 | 691/671 | 0.097 | 0.87 | 47.8 | 2.03 | 15.3 | 34.3 | 16.4 |
2,6-Pip-4-2MeOPh | 13![]() |
594 | 739/711 | 0.035 | 1.58 | 30.1 | 6.44 | n.c. | n.c. | n.c. |
2,4-NMP-6-Ph | 40![]() |
528 | 685/668 | 0.043 | 0.48 | 37.9 | 2.19 | n.c. | n.c. | n.c. |
2,4-DMA-6-Me | 72![]() |
562 | 656/637 | 0.027 | 3.79 | 434 | 22.3 | 3.7 | 16.5 | — |
2,4-NMP-6-Me | 39![]() |
508 | 616/622 | 0.085 | 2.34 | 103 | 3.11 | 3.6 | 16.4 | — |
2,4-DMA-6-BTA | 19![]() |
484 | 773/684 | 0.129 | 0.97 | 46.2 | 1.85 | n.c. | n.c. | n.c. |
The simplest of the model compounds, 2,4,6-DMA exhibits little variation in absorption maxima in organic solvents: the absorption peak generally shifts in the hypsochromic direction with the increase of solvent polarity (from 534 nm in tetrahydrofuran to 526 nm in acetonitrile), with the exception of DMSO (λabs = 542 nm) and 1,1,1,3,3,3-hexafluoroisopropanol (HFIP), where the main absorption peak splits into two. In water, this compound aggregates above 1 μM, as demonstrated by the concentration dependence of its area-normalized absorption spectra (Fig. S143 in SI). The lack of significant solvatochromism implies that the dipole moment of the molecule does not change significantly during vertical excitation. Fluorescence quantum yield decreases with increasing solvent polarity, from 12.2% in THF through 2–4% in more polar organic solvents to 0.06% in TE buffer (although aggregation might influence this latter result). This renders triarylpyryliums promising candidates for in vivo polarity sensing.18,19 The dye exhibits large Stokes shift (Δλ = 150–200 nm) and despite this and the varying Φf values, the emission maxima are distributed in a relatively narrow range (677–713 nm). This implies that in each of the investigated solvents the excited molecule (and its solvent environment) undergoes significant geometry reorganization before the emission occurs from an intramolecular charge transfer (ICT) state. The fluorescence lifetime of 2,4,6-DMA was also measured in methanol and THF. In both cases biexponential fitting provided the lowest χ2 values (Table S10 in SI). While in methanol the average lifetime of the two components are in the hundred-picosecond range (τ1 = 331 ps, f1 = 93% and τ2 = 670 ps, f2 = 7%), in THF both increase over 1 ns, while the fractional contribution of the long component increases (τ1 = 1.19 ns, f1 = 47% and τ2 = 1.48 ns, f2 = 54%).
With changing the dimethylamino groups to N′-methylpiperazin-N-yl (NMP), the fluorescence quantum yields (Φf) generally decrease in each solvent (a notable exception is water, where very faint luminescence was measured in each case). In 2,6-DMA-4-NMP the shape of the absorption spectrum is highly dependent on the solvent (while for 2,6-NMP-4-DMA the solvent effects are not nearly this pronounced). In THF and methanol the main absorption band of 2,6-DMA-4-NMP consists of two overlapping peaks that shift to the opposite directions in MeCN, in acidified methanol, and an even greater shift was observed in HFIP. In MeCN, the splitting of the main absorption peak is reversed by the addition of a base (0.2% diisopropylethylamine, DIPEA), or 25% ethylene glycol. The independence of the emission spectrum and Φf of the excitation wavelength (measured in HFIP) indicates that the two absorption peaks originate from the same species. This solvatochromicity can be explained by the perturbation of orbital energies by the proximity of a positively charged trialkylammonium group. This effect is influenced both by the acid-base equilibrium of the amine and the extent of H-bonding stabilization of the trialkylammonium ion by the surrounding solvent molecules. According to our TD-DFT modelling of the fluorophore (vide infra) the main absorption peak corresponds to the S0 → S1 (HOMO → LUMO) and S0 → S2 (HOMO-1 → LUMO) excitations, which are similar in energy and comparable in oscillatory strength. HOMO-1 has considerable electron density on the C ring, unlike the HOMO, which is mostly concentrated on the B, A, and D rings, while the electron density of LUMO is highest on the central pyrylium and smaller on the three aryl moieties (see Fig. S171b in SI). Therefore, the presence of a positive charge on the trialkylamine nitrogen increases the energy needed for the HOMO-1 → LUMO excitation by stabilizing the HOMO more than the LUMO and decreases the HOMO → LUMO gap by stabilizing the LUMO more than the HOMO. The presence of hydrogen bond acceptors decreases this effect (hence the disappearance of peak splitting in MeCN, when an amine base or ethylene glycol is added to the solution). On the other hand, in HFIP the H-bonding stabilization of the ammonium ion is weaker than in other polar solvents, because HFIP is both a poor H-bond acceptor and a very strong H-bond donor that saturates the available acceptor sites.20
Measurements of Φf in mixtures of MeCN and ethylene glycol (a pair of solvents with different viscosity and almost identical relative permittivity21) demonstrated that while viscosity influences the Φf of 2,4,6-DMA minimally, the influence of viscosity is larger for 2,6-DMA-4-NMP and even larger for 2,6-NMP-4-DMA and 2,4,6-NMP (Fig. S140 in SI).
DNA-binding-induced fluorogenicity was quantitatively characterized using two metrics introduced in our previous work.22
Absolute Fluorescence Enhancement (AFE) is defined as the product of the extinction coefficient and the derivative of the effective fluorescence quantum yield of the partially DNA-bound dye (Φf) with respect to CDNA at CDNA = 0:
During this measurement the concentration of the dye is fixed at 1 μM. The second factor of the product was approximated by linear regression in the 0–0.8 μM range. Since ε·ϕf is expected to be proportional to the flux of the emitted light (i.e. the measured parameter in a fluorescence-based quantification of CDNA), the ratio of AFE values gives us the relative sensitivity provided by different fluorescent dyes in a given experimental setup.
Relative Fluorescence Enhancement (RFE) shows the ratio of the increase of Φf (dΦf/dCDNA) and the fluorescence quantum yield of the non-bound dye (Φ0f):
Compared to the previously known reference compound 2,4,6-DMA, the introduction of amine-containing side groups provides 2.7–12.3 times larger ΦfDNA and similar Φ0f. The highest AFE, RFE, and ΦfDNA among NMP-substituted triarylpyryliums were measured for 2,6-NMP-4-DMA, which provides an order of magnitude lower limit of detection for DNA sensing than 2,4,6-DMA (see Table S9 in SI). These values are not increased by the introduction of further cyclic ether or tertiary amino groups on the C ring's substituent (2,6-NMP-4-Morph, 2,4,6-NMP), nor by introducing only one NMP substituent on the C ring (2,6-DMA-4-NMP). Tethering the diamino substituents of the B and D rings to the aromatic ring through an ethylene linkage to prevent excited state rotations of the amino groups (2,6-Ind-4-DMA) results in similar Φf0 and AFE values, but lower ΦfDNA compared to 2,6-NMP-4-DMA. However, changing the tertiary amino groups to quaternary dimethylpiperazinium (2,6-NdMP-4-DMA) slightly increases the AFE, and due to its fainter fluorescence in the absence of DNA its RFE is also higher. Changing the 4-amino substituent of the C ring to less electron-donating substituents (2,6-NMP-4-OMe, 2,6-NMP-4-OEt, 2,6-NMP-4-OH, 2,6-NMP-4-2MeOPh) leads to lower ε and AFE. Changing the NMP group of the latter compound to 1-piperidinyl (2,6-Pip-4-2MeOPh, Fig. 2b) results in lower AFE, but its RFE is still higher than that of 2,4,6-DMA. Two further asymmetrical derivatives, 2,4-NMP-6-Ph, and the benzothiazole-bearing 2,4-DMA-6-BTA have also been synthesized and measured, but their AFE and RFE fall short of those of most other pyrylium dyes.
The previously known13 diarylpyrylium dye, 2,4-DMA-6-Me exhibits higher AFE and RFE than the triarylpyryliums, mostly due to its larger fluorescence quantum yield in DNA (ΦfDNA = 3.79%). Unlike in triarylpyryliums, here the change of dimethylamino groups to NMP (2,4-NMP-6-Me) does not ameliorate its DNA sensing ability. These results indicate that the best-performing pyrylium dyes (2,6-NMP-4-DMA, 2,6-NdMP-4-DMA, 2,4-DMA-6-Me) are applicable for the spectroscopical detection of minute quantities of DNA, although they compare unfavourably to thiazole orange-based DNA dyes22 according to these metrics (Table S8 in SI).
The Scatchard plots obtained from the DNA titration experiments do not follow the McGhee-von Hippel model of DNA binding (Fig. S163 in SI). This deviation from the expected behaviour is probably due to multimodal binding,23 as implied by the somewhat irregular concave shape of some of the DNA titration curves (e.g. 2,6-NMP-4-DMA, see Fig. 2a). The only exception from this is 2,4-DMA-6-Me, where the binding constant was determined to be Kb = 2.5 × 105 M−1 with a binding site size of 1.4 base pairs.
Fluorescence quenching through a TICT state would require the excited state energy minimum to lie at a near perpendicularly twisted conformation with broken conjugation between the pyrylium acceptor and one of the aryl donor groups – either the B (or D) ring (θB = 90°, TICTB conformation) or the C ring (θC = 90°, TICTC conformation). This was tested by DFT scanning the S0, S1 and T1 energy surfaces of nine model compounds for the expected rotations using polarizable continuum model (PCM) method to model the effect of the aqueous environment (Fig. 4). One parameter (θB or θC) was pre-set at a time and all the other internal parameters were re-optimised in each step of the scan. The result is a ΔE(θi) function, where the ΔE potential energy is given relative to the S0 energy minimum. To further validate the applied computational method, the same calculations were performed with 4-(4-dimethylaminophenyl)-2,6-diphenylpyrylium, a pyrylium dye with an experimentally established TICT intermediate. In this case the calculations predicted an S1 energy minimum at θC = 90°, consistently with the reported experimental results.27
![]() | ||
Fig. 4 Calculated S1 scanning energies of different pyrylium dyes as a function of the θB (left) and θC (right) dihedral angles, given relative to the S0 energy optimum. |
In ground state (S0) the energy barriers of both aryl rotations (B and C) are calculated to be within the range of 15–40 kJ mol−1, with an energy maximum at θi = 90°, referring to a weakly hindered rotation. At the optimal geometry the θB, θC and θD dihedral angles range between 10° and 20° with the exception of 2,6-NMP-4-2MeOPh, where the steric repulsion between the methoxy group and the pyrylium C–H forces the A and C ring into a more twisted conformation (θC = 34°, Table 1). Likewise, the energy optima in T1 lie close to a planar geometry and the perpendicular twisted conformation of the aryl groups is energetically unfavorable (Table S19–21 in SI).
This is not the case, however, in S1 where the global minimum of ΔE(θC) at θC = 90° predicts an energetically favorable TICTC geometry for four of the modeled molecules: 2,6-NMP-4-DMA, 2,6-NMP-4-Morph, 2,6-NdMP-4-DMA, and 2,4-NMP-6-Me. Zero calculated oscillator strengths predict these TICT states to be non-emissive. For the perpendicular rotation of the B (or D) rings, the calculations do not predict any global energy minima at around θB = 90°, although the two diarylpyryliums (2,4-DMA-6-Me, 2,4-NMP-6-Me) and 2,6-NMP-4-OMe exhibit small local minima with almost negligible energy barriers (Fig. 4). The simultaneous rotation of two aryl rings, as well as rotations about the aryl–N bonds (θB’ and θC’), were also investigated for 2,4,6-DMA, but no further energy minima were found (see Table S23 and Fig. S174–S179 in SI). The latter finding is in accordance with the experimental observation that conformationally locking the arylamine groups does not enhance Φ0f significantly (Φ0f = 0.061% for 2,6-Ind-4-DMA in comparison to 0.024% for 2,6-NMP-4-DMA), which suggests that aryl-N rotations play a negligible role in fluorescence quenching.
The effect of solvent polarity was also investigated for 2,4,6-DMA using PCM method to model the effect of four media (water, THF, toluene, and vacuum). The obtained ΔE(θi) curves indicate that by decreasing the polarity of the environment (from water to vacuum) both the TICTB and TICTC conformations become favorable, with the latter being a global energy minimum in THF, toluene, and vacuum (Fig. 5).
![]() | ||
Fig. 5 S0, S1, and T1 scanning energies of 2,4,6-DMA as a function of the θB and θC dihedral angles, given relative to the S0 energy optimum, calculated using different PCM solvent models. |
Assuming that the applied computational model is reliable, we are prompted to conclude that TICT is likely not the dominant fluorescence quenching mechanism. In this case the overwhelming majority of excited-state molecules must de-excite via other relaxation pathways, a significant part of which involves aryl–aryl torsion (as implied by the large Φf of rotationally locked derivatives11).
Apart from TICT, other possible radiationless deexcitation pathways were also considered. Attributing the high radiationless relaxation rate in aqueous media to intramolecular PET seems implausible as the pyrylium compounds without potential PET donor groups (e.g. 2,4,6-DMA, 2,6-Pip-4-2MeOPh) do not exhibit higher Φ0f and the Φ0f does not significantly decrease with the number of N-methylpiperazinyl groups (Φ0f = 0.061, 0.117, 0.074, 0.131% for 2,4,6-DMA, 2,6-DMA-4-NMP, 2,4-NMP-6-DMA, and 2,4,6-NMP, respectively). Moreover, at pH = 7.4 tertiary aliphatic amino groups are mostly protonated, and therefore unable to act as PET donors. A further counterargument against PET quenching comes from the theoretical modelling of 2,4,6-NMP. Even if none of the amino groups are protonated, the highest-energy occupied orbital with considerable electron density on the aliphatic amino groups is HOMO-2, therefore electron transfer from this orbital to HOMO (or HOMO-1) would not be favourable (Fig. S172 in SI). Collisional quenching with dissolved oxygen was also considered as a potential contributor for the high radiationless deexcitation rates. However, since the Φf of 2,6-NdMP-4-DMA does not depend significantly on the presence or absence of oxygen (see Fig. S160 in SI), collisional quenching must play only a complementary role. Therefore, the most probable explanation for such radiationless de-excitation mechanisms is internal conversion involving aryl–aryl torsion.
The mechanism of their fluorogenicity was studied by DFT methods to investigate the mechanism of fluorescence quenching necessary for the DNA-induced fluorescence enhancement. Although TICT-mediated quenching was initially considered dominant in di- and triarylpyryliums, our computational model did not support this, suggesting TICT plays only a complementary role.
NMR FIDs and theoretical raw data can be found at Mendeley Data in Dataset S1[DETAILS].28
Additional raw data are available from the corresponding authors upon request.
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